<snapdata remixID="10634517"><project name="Mihich (Completo)" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-150" y="159.99999999999903" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="235,35,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="21"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="setSize"><l>8</l></block><block s="gotoXY"><l>-120</l><l>-150</l></block><block s="setHeading"><l>0</l></block></script><script x="300" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>224,0,84,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>30</l></block><l>-150</l></block><block s="setColor"><color>0,82,48,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>30</l></block><l>-150</l></block><block s="setColor"><color>0,61,189,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>30</l></block><l>-150</l></block></script></block><block s="gotoXY"><l>-150</l><l>-125</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,61,189,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><block s="reportSum"><block s="yPosition"></block><l>30</l></block></block><block s="setColor"><color>0,82,48,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><block s="reportSum"><block s="yPosition"></block><l>30</l></block></block><block s="setColor"><color>224,0,84,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><block s="reportSum"><block s="yPosition"></block><l>30</l></block></block></script></block><block s="gotoXY"><l>-135</l><l>-150</l></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,245,117,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>30</l></block><l>-150</l></block><block s="setColor"><color>249,140,255,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>30</l></block><l>-150</l></block><block s="setColor"><color>143,230,255,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>30</l></block><l>-150</l></block></script></block><block s="gotoXY"><l>-150</l><l>-110</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>106,239,255,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><block s="reportSum"><block s="yPosition"></block><l>30</l></block></block><block s="setColor"><color>255,146,7,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><block s="reportSum"><block s="yPosition"></block><l>30</l></block></block><block s="setColor"><color>235,35,255,1</color></block><block s="down"></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><block s="reportSum"><block s="yPosition"></block><l>30</l></block></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="7.475911458333371" y="7.475911458333329" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="horizontalelinien" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="n_horizontal"/><script><block s="setColor"><color>0,108,208,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportSum"><block s="yPosition"></block><block var="abstand"/></block></block><block s="setColor"><color>0,106,93,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportSum"><block s="yPosition"></block><block var="abstand"/></block></block><block s="setColor"><color>142,46,0,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportSum"><block s="yPosition"></block><block var="abstand"/></block></block></script></block></script></block-definition><block-definition s="vertikalelinien" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="n_vertikal"/><script><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><block var="abstand"/></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block><block s="setColor"><color>0,106,93,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><block var="abstand"/></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block><block s="setColor"><color>142,46,0,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><block var="abstand"/></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block></script></block></script></block-definition><block-definition s="vertikallinien_2" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="n_vertikal"/><script><block s="setColor"><color>255,228,147,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><block var="abstand"/></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block><block s="setColor"><color>255,188,201,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><block var="abstand"/></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block><block s="setColor"><color>219,221,255,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><block var="abstand"/></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block></script></block></script></block-definition><block-definition s="horizontallinien_2" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="n_horizontal"/><script><block s="setColor"><color>208,121,255,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportSum"><block s="yPosition"></block><block var="abstand"/></block></block><block s="setColor"><color>255,178,24,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportSum"><block s="yPosition"></block><block var="abstand"/></block></block><block s="setColor"><color>0,215,229,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportSum"><block s="yPosition"></block><block var="abstand"/></block></block></script></block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>this.setColor(new Color(r, g, b));</l></block><list><block var="r"/><block var="g"/><block var="b"/></list></block></script></block-definition><block-definition s="set pen line ends to %&apos;style&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">round<options>round&#xD;flat</options></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>choice</l></list><l>SpriteMorph.prototype.useFlatLineEnds = (choice === &apos;flat&apos;);</l></block><list><block var="style"/></list></block></script></block-definition><block-definition s="fill background" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reportJSFunction"><list></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    img = stage.image,&#xD;    ctx = img.getContext(&apos;2d&apos;);&#xD;ctx.fillStyle = this.color.toString();&#xD;ctx.fillRect(0, 0, img.width, img.height);&#xD;stage.changed();</l></block><list></list></block></script></block-definition></blocks><variables></variables></project><media name="Mihich (Completo)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>